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Two bugs run on an infinite tabletop. One of the bugs runs along a path that can be described via a degrec 3 polynomial. The

Two bugs run on an infinite tabletop. One of the bugs runs along a path that can be described via a degrec
3 polynomial. The other bug runs along a path that can be described via a degree 1 polynomial. Draw an
example of the possible paths of each bug such that the paths intersect exactly once (even after extending

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